Abstract
Resonances in muonic systems {ital t}{alpha}{mu} and {ital d}{alpha}{mu} have been predicted for {ital J}=0 and 1 using the complex-rotation method. This method has the advantage that the resonance position and total width are calculated at the same time. These resonances are found to be below the {ital n}=4 threshold of {alpha}{mu} and are of Feshbach type. They decay to {ital t}{mu}+{alpha} and {ital d}{mu}+{alpha}, and therefore could be of importance in the reactivation of {mu} from {alpha}{mu} in the fusion of {ital t} and {ital d} in the presence of a muon (muon-catalyzed fusion). The channel ({alpha}{mu}){sub {ital n}=3}+{ital t} or {ital d} could be followed by multiple scattering, resulting in stripping of the muon. This process is highly density dependent.
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